A Frobenius manifold for $\ell$-Kronecker quiver

Abstract

We construct a Frobenius structure whose intersection form coincides with the generalized Cartan matrix of the $\ell$-Kronecker quiver $K_{\ell }$ and underlying complex manifold is isomorphic to the space of stability conditions for the bounded derived category of finitely generated modules over the path algebra $\mathbb{C}{K}_{\ell }$.

References in corpus (1)

• Matrix Factorizations and Representations of Quivers I